Polarization radiation of vortex electrons with large orbital angular momentum
Igor P. Ivanov, Dmitry V. Karlovets

TL;DR
This paper explores how vortex electrons with large orbital angular momentum influence electromagnetic radiation, predicting observable asymmetries in transition radiation due to their magnetic moments, which could be detected with current technology.
Contribution
It introduces the magnetic moment effects of vortex electrons in polarization radiation and predicts measurable asymmetries in transition radiation for the first time.
Findings
Predicted a left-right asymmetry in transition radiation due to magnetic moments.
Estimated asymmetry magnitude of 0.1-1% for electrons with =300 keV and =100-1000.
Showed the effect depends on medium properties and electron kinematics.
Abstract
Vortex electrons, - freely propagating electrons whose wavefunction has helical wavefronts, - could become a novel tool in the physics of electromagnetic radiation. They carry a non-zero intrinsic orbital angular momentum (OAM) with respect to the propagation axis and, for \ell \gg 1, a large OAM-induced magnetic moment, \mu ~ \ell \mu_B (\mu_B is the Bohr magneton), which influences the radiation of electromagnetic waves. Here, we consider in detail the OAM-induced effects by such electrons in two forms of polarization radiation, namely in Cherenkov radiation and transition radiation. Thanks to the large \ell, we can neglect quantum or spin-induced effects, which are of the order of \hbar \omega/E_e \ll 1, but retain the magnetic moment contribution \ell \hbar \omega/E_e \lesssim 1, which makes the quasiclassical approach to polarization radiation applicable. We discuss the…
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